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2.0.0b10
catchment modelling framework
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A structure holding meteorological information, excluding precipitation
Public Member Functions | |
| Weather (double T=15.0, double Tmax=17.0, double Tmin=13.0, double rH=70.0, double wind=2.0, double sunshine=0.5, double Rs=15, double Ra=30, double daylength=12) | |
| Creates a "weather" from given data. | |
| Weather | operator* (double factor) |
| Multiply. | |
| Weather & | operator*= (double factor) |
| inplace multiplication | |
| Weather | operator+ (const Weather &w) |
| add operator | |
| Weather & | operator+= (const Weather &w) |
| inplace add | |
| double | Rn (double albedo, bool daily=false) const |
| Calculates the net radiation flux \(R_n \left[\frac{MJ}{m^2 day}\right]\). | |
| std::string | to_string () const |
| Returns a string representation. | |
Public Attributes | |
| double | e_a |
| Actual vapor pressure \(e_a\ [kPa]\). | |
| double | e_s |
| Saturated vapor pressure in \(e_s [kPa]\). | |
| double | instrument_height |
| length of the day in h | |
| double | Ra |
| Extra terrestrial radiation \(R_s \left[\frac{MJ}{m^2 day}\right]\). | |
| double | Rs |
| Global Radiation in \(R_s \left[\frac{MJ}{m^2 day}\right]\). | |
| double | sunshine |
| Fractional sunshine duration (per potential sunshine duration) \(\frac n N\ [-]\). | |
| double | T |
| actual Temperature \(T \left[^\circ C\right]\) | |
| double | Tground |
| actual Temperature of the ground | |
| double | Tmax |
| Maximum daily Temperature \(T_{max} \left[^\circ C\right]\). | |
| double | Tmin |
| daily minimum Temperature \(T_{min} \left[^\circ C\right]\) | |
| double | Windspeed |
| Windspeed \(u \left[\frac{m}{s}\right] \). | |
| Weather | ( | double | T = 15.0, |
| double | Tmax = 17.0, | ||
| double | Tmin = 13.0, | ||
| double | rH = 70.0, | ||
| double | wind = 2.0, | ||
| double | sunshine = 0.5, | ||
| double | Rs = 15, | ||
| double | Ra = 30, | ||
| double | daylength = 12 ) |
Creates a "weather" from given data.
| T | actual Temperature in deg C |
| Tmax | daily maximum Temperature in deg C |
| Tmin | daily minimum Temperature in deg C |
| rH | actual relative humidity in % [0..100] |
| wind | actual wind speed in m/s |
| sunshine | actual fraction of sunshine duration per potential sunshine duration in h/h |
| Rs | actual incoming shortwave global radiation in MJ/(m2 day) |
| Ra | actual extraterrestrial shortwave global radiation in MJ/(m2 day) |
| daylength | length of the day in h |
| double Rn | ( | double | albedo, |
| bool | daily = false ) const |
Calculates the net radiation flux \(R_n \left[\frac{MJ}{m^2 day}\right]\).
\begin{eqnarray*} R_{n} = R_{ns} - R_{nl} \\ \mbox{ Net short wave radiation: }R_{ns} = (1-\alpha) R_s \\ \mbox{ Net long wave radiation: }R_{nl} = R_{black}\ \beta_{v}\ \beta_{c} \\ \mbox{Black body radiation: } R_{black} = \left\{\begin{array}{cl} \sigma T^4 & \mbox{for less than daily time steps} \\ \sigma \frac {T_{max}^4 + T_{min}^4} 2 & \mbox{for daily time steps} \end{array} \right. \\ T = \mbox{Temperature }[K] \\ \sigma = 4.903\ 10^{-9} \frac{MJ}{K^4 m^2 day} \mbox{ Stefan-Boltzmann constant } \\ \mbox{Long wave reflectance: } \\ \mbox{by water vapor: }\beta_{v} = 0.34 - 0.14 \sqrt{e_a} \\ \mbox{ by clouds: }\beta_{c} = 0.1 + 0.9 \frac n N \end{eqnarray*}
| albedo | the albedo \(\alpha\) of the surface |
| daily | If true, the net radiation for daily averages will be calculated |
| double instrument_height |
length of the day in h
Height of the measuring instuments above the vegetation